The graph in case of a population showing maximum intrinsic growth will be

Options

A. Sigmoid
B. J Shaped
C. S shaped
D. Hyperbola

Answer

To determine the shape of the graph for a population showing maximum intrinsic growth, we can follow these steps:

### Step-by-Step Solution:

1. **Understand the Concept of Intrinsic Growth**:
- Intrinsic growth refers to the potential growth rate of a population under ideal conditions, where resources are unlimited.

2. **Identify the Type of Growth**:
- When a population experiences maximum intrinsic growth, it typically follows an exponential growth model. This occurs when there are no limiting factors such as food, space, or competition.

3. **Graphing the Growth**:
- In an exponential growth scenario, the population increases rapidly over time. If we plot this on a graph with time on the x-axis and population density on the y-axis, the graph will show a continuous increase without leveling off.

4. **Shape of the Graph**:
- The graph of a population undergoing maximum intrinsic growth will take the shape of a "J". This is because the population grows slowly at first, then accelerates rapidly, creating a curve that resembles the letter "J".

5. **Conclusion**:
- Therefore, the correct answer to the question is that the graph in the case of a population showing maximum intrinsic growth will be J-shaped.